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Given the limit statement: limx→0 1/x2 = ∞.
a. Write the inequalities f(x) > M and|x-a|<δ as they pertain to this limit statement.
b. Illustrate the definition of an infinite limit by finding a number δ that corresponds to M = 144, M = 10,000.
c. Deduce a relationship between M and δ that would allow you to compute δ for any M.
How can you compute the union and intersectio of two sets, using some of the methods that the set interfce provides? hint: your code should not be bigger than four lines
A wrench 0.2 meters long lies along the positive y-axis, and grips a bolt at the origin. A force is applied in the direction of at the end of the wrench. Find the magnitude of the force in newtons needed to supply 100 newton-meters of torque to ..
The first or second derivative test to show that the critical value is a relative maxima or minima.
Find the length of the field, to the nearest tenth, that will give the entire field a maximum area if 414 m of fencing is available.
Find the directional derivative of the function f at the point (2, 1) in the direction of the vector v→ = 3i→ + 4j→. What is the maximum value of the directional derivative of f at the point (2, 1).
Determine the area of the region totally enclosed by the lines y = 3x, x = 3y, and 3x + y = 30. Your problem solution submission must include, on graph paper, the graphs of each of the lines with the (x, y) coordinates
A control system has a time constant, τ ( = 1/t)), where t satisfies the equation 10e-2t = 2Sin2t + 3. Show that this equation has a solution between t = 0 and t = 1.
A group of investors obtained a loan of $200,000 to buy a small business. The monthly mortgage payment was based on 25 years at 8%. Find the monthly mortgage payment. Use the Monthly Payment Table. Round to the nearest cent.
What is the cost of manufacturing before any units are produced
1. Find the direction angles of the vector: 2i-2j-42√k. 2. Find all numbers x for which the angle between c = 3xi + 3j + 3k and d = 3i + 3xj + 3k is π3.
Also, the number of radio ads must be at least as great as the number of television ads. How many ads of each type should be used? How many people will this reach?
Determine by calaction using vertex , the max height possible for a 2 m wide truck if we want to drive the truck under the bridge . Draw a digram with labeled and explain.
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